Question

Draw a line segment pq. Take a point M on it such that PM=MQ . draw MN\Pq

Answer 1

As shown in the figure $MN\parallel PQ$ and $MN\parallel PQ$

Step-by-step explanation:

Given,

Draw a line segment $PQ$. Take a point $M$ on it such that $MN\parallel PQ$$PM=MQ$  and draw $MN\parallel PQ$

Following steps:

• Draw a any line segments $PQ$ using scale.
• At $P\ and\ Q$, draw angle $45\ degree$ such that $\angle QPX=45\ degree\ and\ \angle PQY=45\ degree$
• Line $PX\ and\ QY$ intersect at $M$ where $PM=MQ$
• Draw perpendicular line on $PQ$ through point $M$ which intersect the line $PQ$ at $O$
• At $M$, draw an angle $90\ degree$ using setsquare such that $MN\parallel PQ$

Hence, As shown in the figure $MN\parallel PQ$ and $MN\parallel PQ$

Answer 2

Step-by-step explanation:

As shown in the figure MN\parallel PQMN∥PQ and MN\parallel PQMN∥PQ

Step-by-step explanation:

Given,

Draw a line segment PQPQ . Take a point MM on it such that MN\parallel PQMN∥PQ PM=MQPM=MQ and draw MN\parallel PQMN∥PQ

Following steps:

Draw a any line segments PQPQ using scale.

At P\ and\ QP and Q , draw angle 45\ degree45 degree such that \angle QPX=45\ degree\ and\ \angle PQY=45\ degree∠QPX=45 degree and ∠PQY=45 degree

Line PX\ and\ QYPX and QY intersect at MM where PM=MQPM=MQ

Draw perpendicular line on PQPQ through point MM which intersect the line PQPQ at OO

At MM , draw an angle 90\ degree90 degree using setsquare such that MN\parallel PQMN∥PQ

Hence, As shown in the figure MN\parallel PQMN∥PQ and MN\parallel PQMN∥PQ